Titlebook: High-Level System Modeling; Specification and De Ronald Waxman,Jean-Michel Bergé,Jacques Rouillard Book 1996 Kluwer Academic Publishers 199

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1381-3951 with the ability to incrementally `test‘ an evolving designagainst a model of a specification. Such high-level models may dealwith areas such as performance, reliability, availability,maintainability, and system safety. Abstract models also allowexploration of the hardware versus software design spa

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Book 1996bility to incrementally `test‘ an evolving designagainst a model of a specification. Such high-level models may dealwith areas such as performance, reliability, availability,maintainability, and system safety. Abstract models also allowexploration of the hardware versus software design space in anin

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Jean-Paul Calveze. A fundamental question is whether an .-approximation algorithm translates into an .-approximate truthful mechanism. It is well-known that plugging an .-approximation algorithm into the VCG technique may not yield a truthful mechanism. Thus, it is natural to investigate properties of approximation

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Sanjaya Kumar,Robert H. Klenke,James H. Aylor,Barry W. Johnson,Ronald D. Williams,Ronald Waxmanre set-up a priori and network resources are pre-reserved exclusively for carrying rerouted traffic under network failures. (i.e. they do not carry any traffic under normal working conditions). The detours are such that failed links can be bypassed locally from the first node that is upstream from t

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Wolfgang Ecker,Michael Hofmeister,Sabine M?rz-R?ssely) flow between the terminals in . could be supported in . with low congestion, and vice versa? (Such a graph . is called a . for ..) What if we want . to be a “simple” graph? What if we allow . to be a convex combination of simple graphs?.Improving on results of Moitra [FOCS 2009] and Leighton and

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Thomas Gabler,Sabine M?rz-R?ssel(AS) in the Internet subject to a natural notion of correctness derived from the standard “hot-potato” routing rules. For both natural versions of the problem (where we measure the size of an overlay by either the number of edges or the maximum degree) we prove that it is NP-hard to approximate to a

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Laurent Chaouat,Alain Vachoux,Daniel Mlyneks in ... The goal is to compute the .. of ., denoted by ..(.), which is the minimum, over all (.-.)-dimensional flats ., of max ..(.,.), where .(.,.) is the Euclidean distance between the point . and flat .. Computing the radii of point sets is a fundamental problem in computational convexity with s

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Luis Sánchez Fernández,Natividad Martínez Madrid,Carlos Delgado Kloosremental code is an ordered vector of elements each of whose prefixes is a good regular code (of the corresponding rate). Additionally, while the quality of a regular code is measured by its minimum distance, we measure the quality of an incremental code . by its .: the minimum distance of . prefix

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